英文摘要 |
This research considers the situation where there are two teams, each of which is composed of a principal and an agent, competing in a contest with a prize that has a common value. The value of the prize is uncertain to the principal and can be either high or low, while the agent knows such information. A principal has two methods to acquire information: self-investigation, where the principal acquires information by herself; and delegation, where she delegates the contest right to the agent who competes on her behalf. We find that when the gap in the prize values is relatively large and the cost of information acquisition is relatively small, both principals adopt self-investigation in equilibrium, while if both the gap in the prize values and the cost of information acquisition are sufficiently large then delegation by one of the principals can be an equilibrium. However, there is no equilibrium when both principals delegate, even though it is socially optimal for them to do so. |